<?xml version="1.0" encoding="UTF-8"?>
<rss xmlns:yandex="http://news.yandex.ru" version="2.0"><channel><title>umicms.demo site</title><link>http://promsd.ru/market/vypryamiteli-vbv/</link><description>umicms.demo site - Выпрямители</description><language>ru</language><item><title>Выпрямители ВБВ-2</title><description>&lt;h3&gt;Об устройствах&lt;/h3&gt;&#13;
&lt;p&gt;Выпрямители ВБВ-2 предназначены для электропитания аппаратуры связи различного назначения постоянным током номинального напряжения 12, 24, 48 или 60В и используются в составе устройств электропитания, или как самостоятельные изделия.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Выпрямители ВБВ-2 рассчитаны на работу с естественным охлаждением.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Некоторые типы выпрямителей могут поставляться в кожухе для самостоятельной работы. Изготовление выпрямителей для самостоятельной работы оговаривается при заказе. Выпрямители для установки в УЭПС и для самостоятельной работы не взаимозаменяемы.&lt;/p&gt;&#13;
&lt;h3&gt;Выпрямители обеспечивают&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;гальваническую развязку нагрузки от сети переменного тока;&lt;/li&gt;&#13;
&lt;li&gt;стабилизацию и регулировку выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;ограничение тока нагрузки;&lt;/li&gt;&#13;
&lt;li&gt;задержку включения и плавный запуск;&lt;/li&gt;&#13;
&lt;li&gt;выключение выпрямителя при уходе напряжения сети переменного тока за допустимые пределы;&lt;/li&gt;&#13;
&lt;li&gt;защиту от повышения выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;защиту от короткого замыкания на выходе;&lt;/li&gt;&#13;
&lt;li&gt;световую и дистанционную сигнализацию;&lt;/li&gt;&#13;
&lt;li&gt;возможность изменения выходного напряжения при подаче внешних сигналов.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Модельный ряд и технические характеристики&lt;/h3&gt;&#13;
&lt;table width="814" border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 130px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp;Тип выпрямителя&lt;/td&gt;&#13;
&lt;td&gt;Диапазон регулировки выходного напряжения&lt;/td&gt;&#13;
&lt;td&gt;Допустимые изменения входного напряжения&lt;/td&gt;&#13;
&lt;td&gt;Диапазон выходного тока&lt;/td&gt;&#13;
&lt;td&gt;Макс. выходная мощность&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 130px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ&amp;nbsp;60/2-2М&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54&amp;ndash;69 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290 В*&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;2 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;138 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 130px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ&amp;nbsp;60/6-2УК&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54&amp;ndash;70,5 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;6 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;423 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px;" lang="" dir="" scope="" align="" valign="middle"&gt;&lt;strong&gt;ВБВ&amp;nbsp;60/60-2&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54&amp;ndash;72 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;&#13;
&lt;p&gt;323&amp;ndash;437 В,&amp;nbsp;(3-х фазное)&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;60 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;4320 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ&amp;nbsp;48/0,5-2&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;53&amp;plusmn;1В (регулировки нет)&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;120&amp;ndash;280 В*&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0,025&amp;ndash;0,5 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;27 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ&amp;nbsp;48/2-2М&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43&amp;ndash;56 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290 В*&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;2 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;112 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;ВБВ&amp;nbsp;48-250Вт&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43-57,6&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;85-290 В*&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&amp;ndash;5,2 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;250 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ&amp;nbsp;48/8-2УК&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43&amp;ndash;56 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;8 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;448 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px;" lang="" dir="" scope="" align="" valign="middle"&gt;&lt;strong&gt;ВБВ&amp;nbsp;48/65-2&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43&amp;ndash;56 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;&#13;
&lt;p&gt;323&amp;ndash;437 В,&amp;nbsp;(3-х фазное)&lt;/p&gt;&#13;
&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;65 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;3640 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ&amp;nbsp;24/4-2М&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;21,5&amp;ndash;28 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290 В*&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;4 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;112 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ&amp;nbsp;24/12-2УК&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;21,5&amp;ndash;28 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;12,5 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;350 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 100px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ&amp;nbsp;12/4-2М&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;11&amp;ndash;14 В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290 В*&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;4 А&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;56 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td rowspan="1" colspan="5"&gt;* Электропитание выпрямителей ВБВ 60/2-2М, ВБВ 48/2-2М, ВБВ 24/4-2М, ВБВ 12/4-2М и ВБВ 48/0,5-2 может осуществляться как от сети переменного тока, так и от постоянного напряжения 230&amp;ndash;400 В на линиях дистанционного электропитания.&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;&amp;nbsp;&lt;/h3&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;Декларации соответствия и сертификаты находятся в разделе &lt;a href="/podderzhka/deklaracii-i-sertifikaty-na-oborudovanie/"&gt;Поддержка&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/teh_opisanie_vbv.pdf" target="_blank"&gt;Техническое описание выпрямителей ВБВ.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</description><yandex:full-text/><link>http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/</link><guid>http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3/</guid></item><item><title>Выпрямители ВБВ-3К</title><description>&lt;h3&gt;Об устройствах&lt;/h3&gt;&#13;
&lt;p&gt;Выпрямители ВБВ-3К предназначены для электропитания аппаратуры связи различного назначения постоянным током номинального напряжения 24, 48 или 60В и используются в составе устройств электропитания УЭПС-3(К) и УЭС.&lt;/p&gt;&#13;
&lt;p&gt;&lt;img style="float: right;" src="/files/bez_imeni-22.jpg" alt="" width="194" height="453" /&gt;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Выпрямители ВБВ-3К рассчитаны на работу с естественным охлаждением.&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Некоторые типы выпрямителей могут поставляться в кожухе для самостоятельной работы. Изготовление выпрямителей для самостоятельной работы оговаривается при заказе. Выпрямители для установки в УЭПС и для самостоятельной работы не взаимозаменяемы.&lt;/p&gt;&#13;
&lt;h3&gt;Выпрямители обеспечивают&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;гальваническую развязку нагрузки от сети переменного тока;&lt;/li&gt;&#13;
&lt;li&gt;стабилизацию и регулировку выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;ограничение тока нагрузки;&lt;/li&gt;&#13;
&lt;li&gt;задержку включения и плавный запуск;&lt;/li&gt;&#13;
&lt;li&gt;выключение выпрямителя при уходе напряжения сети переменного тока за допустимые пределы;&lt;/li&gt;&#13;
&lt;li&gt;защиту от повышения выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;защиту от короткого замыкания на выходе;&lt;/li&gt;&#13;
&lt;li&gt;световую и дистанционную сигнализацию;&lt;/li&gt;&#13;
&lt;li&gt;возможность изменения выходного напряжения при подаче внешних сигналов;&lt;/li&gt;&#13;
&lt;li&gt;возможность управления параметрами по цифровой шине.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;strong&gt;ВБВ-48/25-3УК&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;h3 style="clear: both;"&gt;Модельный ряд и технические характеристики&amp;nbsp;&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип выпрямителя&lt;/td&gt;&#13;
&lt;td&gt;Диапазон регулировки выходного напряжения, В&lt;/td&gt;&#13;
&lt;td&gt;Допустимые изменения входного напряжения, В&lt;/td&gt;&#13;
&lt;td&gt;Диапазон выходного тока, А&lt;/td&gt;&#13;
&lt;td&gt;Макс. выходная мощность, Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;220/7-3К&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;183&amp;ndash;245&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;80-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;span&gt;&amp;ndash;7&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1715&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;110/14-3К&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;97&amp;ndash;130&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;80-290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&lt;span&gt;&amp;ndash;14&lt;/span&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;1820&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;60/20-3УК&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54&amp;ndash;72&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;20&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1200&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;60/25-3К&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54&amp;ndash;72&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;80&amp;ndash;290&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;25&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1800&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;48/25-3К ВЭ&lt;span style="color: #ff0000;"&gt;&lt;sup&gt;1&lt;/sup&gt;&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43&amp;ndash;57,6&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;25&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1200&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;48/25-3УК&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43&amp;ndash;57,6&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160&amp;ndash;290&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;25&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1200&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;48/30-3К&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43&amp;ndash;57,6&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;80&amp;ndash;290&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;30&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1680&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;24/50-3К&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;21,5&amp;ndash;28&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;80&amp;ndash;290&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;50&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1400&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="text-align: left; width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="5" align="" valign=""&gt;&lt;strong&gt;&lt;span style="color: #ff0000;"&gt;1&lt;/span&gt;- У высокоэффективных выпрямителей КПД 95%&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;Декларации соответствия и сертификаты находятся в разделе &lt;a href="/podderzhka/deklaracii-i-sertifikaty-na-oborudovanie/"&gt;Поддержка&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/teh_opisanie_vbv.pdf" target="_blank"&gt;Техническое описание выпрямителей ВБВ.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</description><yandex:full-text/><link>http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/</link><guid>http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-3k1/</guid></item><item><title>Выпрямители ВБВ-5К</title><description>&lt;h3&gt;Об устройствах&lt;/h3&gt;&#13;
&lt;p&gt;Выпрямители ВБВ-5К предназначены для электропитания аппаратуры связи различного назначения постоянным током номинального напряжения 48 или 60 В и используются в составе устройств электропитания УЭПС-5 и УЭПС-5К.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Выпрямители ВБВ-5К рассчитаны на работу с принудительным охлаждением.&lt;/p&gt;&#13;
&lt;h3&gt;Выпрямители обеспечивают&lt;/h3&gt;&#13;
&lt;p&gt;&lt;img style="float: right;" src="/files/vbv_48_42_5k.jpg" alt="" width="324" height="162" /&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;гальваническую развязку нагрузки от сети переменного тока;&lt;/li&gt;&#13;
&lt;li&gt;стабилизацию и регулировку выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;ограничение тока нагрузки;&lt;/li&gt;&#13;
&lt;li&gt;задержку включения и плавный запуск;&lt;/li&gt;&#13;
&lt;li&gt;выключение выпрямителя при уходе напряжения сети переменного тока за допустимые пределы;&lt;/li&gt;&#13;
&lt;li&gt;защиту от повышения выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;защиту от короткого замыкания на выходе;&lt;/li&gt;&#13;
&lt;li&gt;световую и дистанционную сигнализацию;&lt;/li&gt;&#13;
&lt;li&gt;возможность изменения выходного напряжения при подаче внешних сигналов.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;strong&gt;ВБВ 48-2000Вт ВЭ&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;h3&gt;Модельный ряд и технические характеристики &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип выпрямителя&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Диапазон регулировки выходного напряжения, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Допустимые изменения входного напряжения, В&lt;/td&gt;&#13;
&lt;td&gt;Диапазон выходного тока, А&lt;/td&gt;&#13;
&lt;td&gt;Макс. выходная мощность, Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;48/15-5К&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;40,5&amp;ndash;58&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;90&amp;ndash;290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&amp;ndash;15&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;800&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;48/34-5К&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;40,5&amp;ndash;58&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;90&amp;ndash;290&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;34&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1800&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;48-2000Вт&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;40,5&amp;ndash;58&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;90&amp;ndash;290&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;42&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;2000&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;48-2000Вт ВЭ&lt;/span&gt;&lt;span style="color: #ff0000;"&gt;&lt;sup&gt;1&lt;/sup&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;40,5&amp;ndash;58&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;90&amp;ndash;290&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&amp;ndash;42&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2000&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;60/30-5К&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54&amp;ndash;72&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;90&amp;ndash;290&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;30&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;&amp;nbsp;1800&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="5" align="" valign=""&gt;&lt;span style="color: #ff0000;"&gt;1&lt;/span&gt;- Высокоэффективное исполнение, КПД- 95%&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;&lt;span style="font-size: 10px;"&gt;* В диапазоне выходного напряжения 40,5&amp;ndash;58 В выпрямитель ВБВ 60/30-5К работает с пониженной выходной мощностью.&lt;/span&gt;&lt;/h3&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;p&gt;Декларации соответствия и сертификаты находятся в разделе &lt;a href="/podderzhka/deklaracii-i-sertifikaty-na-oborudovanie/"&gt;Поддержка&lt;/a&gt;.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/teh_opisanie_vbv.pdf" target="_blank"&gt;Техническое описание выпрямителей ВБВ.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</description><yandex:full-text/><link>http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-5k1/</link><guid>http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-5k1/</guid></item><item><title>Выпрямитель </title><description>&lt;h3&gt;Область приминения:&lt;/h3&gt;&#13;
&lt;p&gt;телекоммуникация, горнодобывающая промышленность, метро, нефтегазовая промышленностью и другие области, где необходима защита от влаги, пыли и широкий температурный&amp;nbsp; диапазон работы.&lt;/p&gt;&#13;
&lt;h3&gt;&amp;nbsp;Особенности&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;корпус имеет степень защиты&amp;nbsp; IP65&lt;/li&gt;&#13;
&lt;li&gt;герметичные вводы&amp;nbsp; по входу и выходу.&lt;/li&gt;&#13;
&lt;li&gt;защита от перенапряжений&amp;nbsp; по входу и выходу.&lt;/li&gt;&#13;
&lt;li&gt;естественное&amp;nbsp; охлаждение без вентиляторов.&lt;/li&gt;&#13;
&lt;li&gt;высокая эффективность 95,5%.&amp;nbsp;&lt;/li&gt;&#13;
&lt;li&gt;крепление на опоре или стене.&lt;/li&gt;&#13;
&lt;li&gt;широкий температурный диапазон.&amp;nbsp;&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;h3&gt;Источник питания обеспечивает:&lt;/h3&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;гальваническую развязку нагрузки от сети переменного тока;&lt;/li&gt;&#13;
&lt;li&gt;стабилизацию и регулирование выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;ограничение тока нагрузки и плавный запуск;&lt;/li&gt;&#13;
&lt;li&gt;выключение при уходе напряжения сети переменного тока за допустимые пределы;&lt;/li&gt;&#13;
&lt;li&gt;защиту от повышения выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;защиту от перегрузок и короткого замыкания на выходе;&lt;/li&gt;&#13;
&lt;li&gt;световую и дистанционную сигнализацию.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Параметры&lt;/h3&gt;&#13;
&lt;table style="height: 270px;" width="814" border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td style="text-align: left;"&gt;&amp;nbsp; Тип устройства&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;&lt;strong&gt;ВБВ &lt;span style="text-decoration: underline;"&gt;48/20-IP65&lt;/span&gt;&lt;/strong&gt;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон входного переменного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;160-290 В&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Диапазон выходного напряжения&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43-57,6 В&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Максимальная выходная мощность&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;1150 Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Уровень радиопомех&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Класс В&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td&gt;Рабочий температурный диапазон&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;-20&amp;deg;С.....+40&amp;deg;С&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;&amp;nbsp;&lt;/h3&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;&lt;strong&gt;Также смотрите:&lt;/strong&gt;&lt;/p&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://promsd.ru/files/teh_opisanie_vbv_48-20-ip65.pdf" target="_blank"&gt;Техническое описание выпрямителей ВБВ.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</description><yandex:full-text/><link>http://promsd.ru/market/vypryamiteli-vbv/ip65/</link><guid>http://promsd.ru/market/vypryamiteli-vbv/ip65/</guid></item><item><title>Выпрямители ВБВ-7К</title><description>&lt;h3&gt;Об устройствах&lt;/h3&gt;&#13;
&lt;p&gt;Выпрямители ВБВ-7К предназначены для электропитания аппаратуры связи различного назначения постоянным током номинального напряжения 48 или 60 В и используются в составе устройств электропитания УЭПС-7 и УЭПС-7К.&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#13;
&lt;p&gt;Выпрямители ВБВ-7К рассчитаны на работу с принудительным охлаждением и имеют КПД 96%.&lt;/p&gt;&#13;
&lt;h3&gt;&amp;nbsp;&lt;/h3&gt;&#13;
&lt;h3&gt;&amp;nbsp;&amp;nbsp;&lt;/h3&gt;&#13;
&lt;h3&gt;&lt;img style="float: right;" 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" alt="" width="341" height="194" /&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Выпрямители обеспечивают&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;гальваническую развязку нагрузки от сети переменного тока;&lt;/li&gt;&#13;
&lt;li&gt;стабилизацию и регулировку выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;ограничение тока нагрузки;&lt;/li&gt;&#13;
&lt;li&gt;задержку включения и плавный запуск;&lt;/li&gt;&#13;
&lt;li&gt;выключение выпрямителя при уходе напряжения сети переменного тока за допустимые пределы;&lt;/li&gt;&#13;
&lt;li&gt;защиту от повышения выходного напряжения;&lt;/li&gt;&#13;
&lt;li&gt;защиту от короткого замыкания на выходе;&lt;/li&gt;&#13;
&lt;li&gt;световую и дистанционную сигнализацию;&lt;/li&gt;&#13;
&lt;li&gt;возможность изменения выходного напряжения при подаче внешних сигналов.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&lt;p style="text-align: left;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&#13;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;&#13;
&lt;h3&gt;Модельный ряд и технические характеристики &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/h3&gt;&#13;
&lt;table border="0"&gt;&#13;
&lt;tbody&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px; text-align: left;" lang="" dir="" scope="" align="" valign=""&gt;&amp;nbsp; Тип выпрямителя&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Диапазон регулировки выходного напряжения, В&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;Допустимые изменения входного напряжения, В&lt;/td&gt;&#13;
&lt;td&gt;Диапазон выходного тока, А&lt;/td&gt;&#13;
&lt;td&gt;Макс. выходная мощность, Вт&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;ВБВ 48/37-7К&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;43 - 58&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;90 - 300&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&amp;ndash;37&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;2000&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;ВБВ 48/56-7К&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;43 - 58&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;90 - 300&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;&amp;nbsp;0&amp;ndash;56&amp;nbsp;&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;3000&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" align="" valign=""&gt;ВБВ 60/30-7К&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;54 - 72&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;90 - 300&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;0&amp;ndash;30&lt;/td&gt;&#13;
&lt;td style="text-align: center;"&gt;&amp;nbsp;2000&amp;nbsp;&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;tr&gt;&#13;
&lt;td id="" style="width: 200px;" lang="" dir="" scope="" rowspan="1" colspan="1" align="" valign=""&gt;ВБВ 60/45-7К&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;54 - 72&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;90 - 300&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;0&amp;ndash;45&lt;/td&gt;&#13;
&lt;td style="text-align: center;" rowspan="1" colspan="1"&gt;3000&lt;/td&gt;&#13;
&lt;/tr&gt;&#13;
&lt;/tbody&gt;&#13;
&lt;/table&gt;&#13;
&lt;h3&gt;Дополнительная информация&lt;/h3&gt;&#13;
&lt;ul&gt;&#13;
&lt;li&gt;&lt;a href="http://www.promsd.ru/images/UEPS-7%207K/vypryamiteli_vbv.pdf" target="_blank"&gt;Техническое описание выпрямителей ВБВ.&lt;/a&gt;&lt;/li&gt;&#13;
&lt;/ul&gt;</description><yandex:full-text/><link>http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/</link><guid>http://promsd.ru/market/vypryamiteli-vbv/vypryamiteli-vbv-7k/</guid></item></channel></rss>
